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T&iacute;nh th\u1ec3 t&iacute;ch kh\u1ed1i ch&oacute;p S.ABCD.<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{8a^3\\sqrt{3}}{9}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$a^3$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$2a^3\\sqrt{2}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$a^3\\sqrt{2}$<\/span>"],"correct":"1","level":"3","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"280\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"282\" id=\"canvas_background\" width=\"322\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"271\" id=\"svg_1\" width=\"316\" x=\"3\" 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\" y=\"3.5\"><\/image> <rect fill=\"#fff\" height=\"20\" id=\"svg_2\" stroke=\"#ffffff\" stroke-width=\"1.5\" width=\"16\" x=\"137\" y=\"172\"><\/rect> <rect fill=\"#fff\" height=\"21\" id=\"svg_3\" stroke=\"#ffffff\" stroke-width=\"1.5\" width=\"15\" x=\"63\" y=\"202\"><\/rect> <rect fill=\"#fff\" height=\"19\" id=\"svg_4\" stroke=\"#ffffff\" stroke-width=\"1.5\" width=\"13\" x=\"80\" y=\"93\"><\/rect> <\/g> <\/svg><\/span><\/p><p>V&igrave; SA&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(ABCD) n&ecirc;n AB l&agrave; h&igrave;nh chi\u1ebfu c\u1ee7a SB tr&ecirc;n (ABCD).<\/p><p>Suy ra (SB, (ABCD)) = (SB, AB) =&nbsp;<span class=\"math-tex\">$\\widehat{SBA}$<\/span>&nbsp;= 30&deg;.<\/p><p>X&eacute;t tam gi&aacute;c SAB vu&ocirc;ng t\u1ea1i A c&oacute; AB = 2a v&agrave;&nbsp;<span class=\"math-tex\">$\\widehat{SBA}$<\/span>&nbsp;= 30&deg; n&ecirc;n SA = AB . tan 30&deg; =&nbsp;<span class=\"math-tex\">$\\dfrac{2a\\sqrt{3}}{3}$<\/span>.<\/p><p>V\u1eady V =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{3}$<\/span>.<span class=\"math-tex\">$S_{ABCD}$<\/span>.SA =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{3}$<\/span>&nbsp;. 4a&sup2; .&nbsp;<span class=\"math-tex\">$\\dfrac{2a\\sqrt{3}}{3}$<\/span>&nbsp;=&nbsp;<span class=\"math-tex\">$\\dfrac{8a^3\\sqrt{3}}{9}$<\/span>.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{8a^3\\sqrt{3}}{9}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-24 03:25:33","option_type":"math","len":0},{"id":"5719","post_id":"7143","mon_id":"1158924","chapter_id":"1159174","question":"<p>H&igrave;nh ch&oacute;p S.ABCD c&oacute; \u0111&aacute;y ABCD l&agrave; h&igrave;nh vu&ocirc;ng, SAB l&agrave; tam gi&aacute;c \u0111\u1ec1u v&agrave; n\u1eb1m trong m\u1eb7t ph\u1eb3ng vu&ocirc;ng g&oacute;c v\u1edbi m\u1eb7t ph\u1eb3ng \u0111&aacute;y. Bi\u1ebft kho\u1ea3ng c&aacute;ch gi\u1eefa hai \u0111\u01b0\u1eddng th\u1eb3ng AB v&agrave; SD b\u1eb1ng&nbsp;<span class=\"math-tex\">$\\dfrac{2a\\sqrt{21}}{7}$<\/span>. Th\u1ec3 t&iacute;ch kh\u1ed1i ch&oacute;p S.ABCD b\u1eb1ng&nbsp;<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{2a^3\\sqrt{3}}{3}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{4a^3\\sqrt{3}}{3}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{8a^3\\sqrt{3}}{3}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{a^3\\sqrt{3}}{3}$<\/span>"],"correct":"2","level":"3","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"240\" width=\"330\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"242\" id=\"canvas_background\" width=\"332\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"232\" id=\"svg_1\" 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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p><p>G\u1ecdi H, K l\u1ea7n l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m c\u1ee7a AB v&agrave; CD.<\/p><p>Do (SAB)&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(ABCD) n&ecirc;n SH&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(ABCD)&nbsp;&rArr; SH&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;CD.<\/p><p>M&agrave; CD&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;HK n&ecirc;n CD&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(SHK)&nbsp;&rArr; (SHK)&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(SCD).<\/p><p>K\u1ebb HI&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;SK th&igrave; HI&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(SCD) hay HI = d(H, (SCD)).<\/p><p>L\u1ea1i c&oacute; AB \/\/ (SCD) n&ecirc;n (AB, SD) = (AB, (SCD)) = (H, (SCD)) = HI =&nbsp;<span class=\"math-tex\">$\\dfrac{2a\\sqrt{21}}{7}$<\/span>.<\/p><p>\u0110\u1eb7t AB = x &gt; 0 th&igrave; SH =&nbsp;<span class=\"math-tex\">$\\dfrac{x\\sqrt{3}}{2}$<\/span>, HK = x.<\/p><p>Trong tam gi&aacute;c vu&ocirc;ng SHK c&oacute;<\/p><p><span class=\"math-tex\">$\\dfrac{1}{SH^2}+\\dfrac{1}{HK^2}=\\dfrac{1}{HI^2}$<\/span>&nbsp;&rArr;&nbsp;<span class=\"math-tex\">$\\dfrac{4}{3x^2}+\\dfrac{1}{x^2}=\\dfrac{7}{12a^2}$<\/span>&nbsp;&rArr; x = 2a.<\/p><p>Khi \u0111&oacute; SH = a<span class=\"math-tex\">$\\sqrt{3}$<\/span>,&nbsp;<span class=\"math-tex\">$S_{ABCD}$<\/span>&nbsp;= 4a&sup2;.<\/p><p>V\u1eady V =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{3}.S_{ABCD}$<\/span>.SH =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{3}$<\/span>.4a&sup2;.a<span class=\"math-tex\">$\\sqrt{3}$<\/span>&nbsp;=&nbsp;<span class=\"math-tex\">$\\dfrac{4a^3\\sqrt{3}}{3}$<\/span>.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{4a^3\\sqrt{3}}{3}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-24 03:41:45","option_type":"math","len":0},{"id":"5721","post_id":"7143","mon_id":"1158924","chapter_id":"1159174","question":"<p>H&igrave;nh l\u0103ng tr\u1ee5 \u0111\u1ee9ng ABC.A&#39;B&#39;C&#39; c&oacute; tam gi&aacute;c ABC vu&ocirc;ng t\u1ea1i A, SB = 2a,&nbsp;<br \/><span class=\"math-tex\">$\\widehat{ABC}$<\/span>&nbsp;= 60&deg;, c\u1ea1nh AC&#39; h\u1ee3p v\u1edbi m\u1eb7t \u0111&aacute;y g&oacute;c 45&deg;. Th\u1ec3 t&iacute;ch kh\u1ed1i l\u0103ng tr\u1ee5 ABC.A&#39;B&#39;C&#39; b\u1eb1ng<\/p>","options":["<strong>A.<\/strong> 4a&sup3;","<strong>B.<\/strong> 6a&sup3;<span class=\"math-tex\">$\\sqrt{3}$<\/span>","<strong>C.<\/strong> 12a&sup3;","<strong>D.<\/strong> 4a&sup3;<span class=\"math-tex\">$\\sqrt{3}$<\/span>"],"correct":"3","level":"3","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"300\" width=\"220\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"222\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <g id=\"svg_4\"> <image height=\"239\" id=\"svg_1\" width=\"356\" x=\"-69\" 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\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\" y=\"21.5\"><\/image> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"181\" x2=\"141\" y1=\"29\" y2=\"254\"><\/line> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-28 152.49999999999994,227.99999999999997) \" x=\"149\" xml:space=\"preserve\" y=\"235\">)<\/text> <\/g> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"14\" xml:space=\"preserve\" y=\"27\">B&#39;<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"185\" xml:space=\"preserve\" y=\"28\">C&#39;<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"16\" xml:space=\"preserve\" y=\"220\">B<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_8\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"123\" xml:space=\"preserve\" y=\"276\">A<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_9\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"189\" xml:space=\"preserve\" y=\"220\">C<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_10\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"126\" xml:space=\"preserve\" y=\"62\">A&#39;<\/text> <\/g> <\/svg><\/span><\/p><p>X&eacute;t tam gi&aacute;c ABC vu&ocirc;ng t\u1ea1i A c&oacute; AC = AB.tan&nbsp;<span class=\"math-tex\">$\\widehat{ABC}$<\/span>&nbsp;= 2a . tan 60&deg; = 2a<span class=\"math-tex\">$\\sqrt{3}$<\/span>.<\/p><p>Suy ra&nbsp;<span class=\"math-tex\">$S_{ABC}$<\/span>&nbsp;=&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}$<\/span>.AB.AC =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}$<\/span>.2a.2a<span class=\"math-tex\">$\\sqrt{3}$<\/span>&nbsp;= 2a&sup2;<span class=\"math-tex\">$\\sqrt{3}$<\/span>.<\/p><p>Ta c&oacute; (AC&#39;, (ABC)) = (AC&#39;, AC) =&nbsp;<span class=\"math-tex\">$\\widehat{C^\\prime AC}$<\/span>&nbsp;= 45&deg;.<\/p><p>X&eacute;t tam gi&aacute;c ACC&#39; vu&ocirc;ng t\u1ea1i C c&oacute;<\/p><p>CC&#39; = AC . tan&nbsp;<span class=\"math-tex\">$\\widehat{C^\\prime AC}$<\/span>&nbsp;= 2a<span class=\"math-tex\">$\\sqrt{3}$<\/span>&nbsp;. tan 45&deg; = 2a<span class=\"math-tex\">$\\sqrt{3}$<\/span>.<\/p><p>V\u1eady V =&nbsp;<span class=\"math-tex\">$S_{ABC}$<\/span>.CC&#39; =&nbsp;2a&sup2;<span class=\"math-tex\">$\\sqrt{3}$<\/span>.2a<span class=\"math-tex\">$\\sqrt{3}$<\/span>&nbsp;= 12a&sup3;.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong> 12a&sup3;.<\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-24 03:58:42","option_type":"math","len":0}]}
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